微分对策

In the first chapter , after introducing some basic notions , We give some new development on differential game theory and its application .

在论文的第一章里，我们介绍了一些微分对策理论的基本概念以及微分对策理论研究的一些进展。

First,a differential game model for security investment decision is established.

首先，建立了证券投资决策的微分对策模型，然后，证明了该微分对策模型存在唯一的值函数。

Then the existence and uniqueness of the value function for the differential game model is verified.

最后，根据微分对策理论得出了值函数所满足的偏微分方程。

It turns the problem of differential game into the problem of maneuver identification and optimization control based on neural networks.

阐述了微分对策理论在实际应用中存在的问题，并从动态冲突的实际过程出发，将神经网络理论与分层式智能控制理论相结合，来模型化微分对策问题。

Due to the present status of differential game guidance law,a neural network is introduced into DGGL in this paper.

根据微分对策制导律目前面临的困境，本文尝试将神经网络引入微分对策制导律。

This process of solving differential games is more conformity with practice,and provides an efficient method for adding human experience and combining the qualitative analysis with quantitative analysis of differential game.

将微分对策的双向优化问题转化成基于神经网络理论的目标机动性辨识和单向优化控制问题，将微分对策的定性与定量结合起来，为有效加入人的经验提供了一种技术途径。

On the basis of the differential game approach, necessary and sufficient solvable conditions for the hybrid estimation problem are provided in terms of solutions to a Riccati differential equation.

基于微分对策方法，混合估计问题有解的充要条件表达为 Riccati 微分方程的可解性。

A linear-quadratic differential game model based on the theory of differential games in military field is constructed,and then,a solution for its open-loop equilibrium strategy is given and an application of the solution in an arms race is given.

以微分对策在军事领域中的应用为背景，建立一类线性二次型微分对策模型，讨论其开环均衡策略解法，将其运用到一个具体的两国军备竞赛的模型中。

First, we give a differential game model;then we identify a no cooperative equilibrium of a differential game played with Markovian strategy and analyze the strategy .

首先，文章建立了微分对策模型，然后，用马尔可夫策略求解了非合作微分对策，求得了马尔可夫静态策略，同时对策略的结果进行了分析和综合。

By applying H〓 control theory method, chapter six presents and proves the existence conditions of Nash equilibrium strategy of N person dynamic noncooperative game theory with energy bounded uncertainty. Furthermore, an illustrate example of differential game on government debt stabilization shows that the disturbance can be attenuated efficiently by taking H〓 Nash equilibrium strategies.

第六章应用H〓控制理论方法，研究了系统受到能量有限不确定性扰动情况下，如何求N人非合作动态对策问题的纳什均衡解，并通过一个关于政府债务稳定微分对策问题的简例，进一步证实了采用H〓控制策略可以有效地抑制不确定性扰动对于控制目标的影响。

Do you know, i need you to come back

你知道吗，我需要你回来

Yang yinshu、Wang xiangsheng、Li decang,The first discovery of haemaphysalis conicinna.

1〕 杨银书，王祥生，李德昌。安徽省首次发现嗜群血蜱。